Studies

193
Compulsory

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  • Lineare Algebra:
    • Vektorraum, Basis und Dimension;
    • lineare Abbildung, Matrix und Rang;
    • Gauss-Elimination und lineare Gleichungssysteme;
    • Determinanten, Eigenwerte und Eigenvektoren;
    • Euklidische Vektorräume und Orthonormalisierung;
    • Hauptachsentransformation
  • Anwendungen der linearen Algebra in der affinen Geometrie, Statistik und Codierungstheorie (lineare Codes)
  • linear algebra:
    • vector space, basis and dimension;
    • linear map, matrix and rank;
    • Gauss-elimination and linear systems of equations;
    • determinants, eigenvalues and eigenvectors;
    • euclidean vector spaces and orthonormalization;
    • principal component transformation;
    • Applications of linear algebra in affine geometry, statistics, and coding theory  (linear codes)

Cross-language

193 010
Compulsory

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Übung zu Lineare Algebra für Informatik

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